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Dwyer HM28 User Manual

Page 12

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12

4.3

Power supply unit connection

The HM28 can be operated by a regulated
plug-in power supply unit.

Input

115V, 60 Hz

Output

9 V DC ± 20 %, 100 mA
(7 to 14 V DC)

5

Maintenance

The HM28 requires no maintenance. It can be
cleaned with a damp cloth. Do not use cleaning
agents containing solvents!
See the relevant chapters for battery change
and recalibration.

Metric Range

English Range

Max. load capacity

Max. static pressure

(rounded)

0 ... 2.5

kPa 0 ... 10

inH2O

12.5

kPa

50

inH2O

700

kPa

100 psid

0 ... 7

kPa 0 ... 28

inH2O

35

kPa

140

inH2O

700

kPa

100 psid

0 ... 20

kPa 0 ... 80

inH2O

150

kPa

600

inH2O

700

kPa

100 psid

0 ... 30

kPa 0 ... 120

inH2O

150

kPa

600

inH2O

700

kPa

100 psid

0 ... 50

kPa 0 ... 200

inH2O

400

kPa

1600 inH2O

700

kPa

100 psid

0 ... 100

kPa 0 ... 14.5 psid/g

400

kPa

58

psid/g

700

kPa

100 psid

0 ... 110

kPa 0 ... 15.9 psia

400

kPa

58

psia

--

--

0 ... 200

kPa 0 ... 29

psia/d/g 700

kPa

100

psia/d/g 700

kPa

100 psid

0 ... 700

kPa 0 ... 100

psia/d/g 1700

kPa

245

psia/d/g 1700 kPa

245 psid

0 ... 1000 kPa 0 ... 145

psid/g

2700

kPa

390

psid/g

2700 kPa

390 psid

0 ... 1700 kPa 0 ... 245

psid/g

2700

kPa

390

psid/g

2700 kPa

390 psid

0 ... 3000 kPa 0 ... 435

psig

7000

kPa

1000 psig

--

--

0 ... 7000 kPa 0 ... 1000 psig

14000 kPa

2000 psig

--

--

4.2

Measuring ranges

The maximum load capacity applies for
relative overpressure and negative
pressure. The instrument is calibrated
from 0 to100% of the measuring
range.
Exceeding or underrunning this
range by up to about 10% is still
displayed.

Differential pressure sensors (d)
doesn’t measure the same value on
the P and S side mandatorily because
of her geometry.

Conversion factors
1 mbar

= 0,1

kPa

1 mbar

= 0,0010

bar

1 mbar

= 10,20

mmH

2

O

1 mbar

= 0,7501

mmHg

1 mbar

= 0,0145

psi

1 mbar

= 0,4015

inH

2

O

1 mbar

= 0,02953 inHg

1 mbar

= 1,0

hPa

a = absolute pressure
d = differential pressure
g = relative pressure

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